Another natural question is to derive critical exponents for random-cluster models. The scaling relations enable one to deduce certain exponents from others, and we may therefore choose which exponents to try to derive. From this point of view, the exponent \(\alpha \)  is particularly tempting since it implies directly \(\nu \) , and also since exact integrability often provides physicists and mathematicians with closed formulae that may lead to \(\alpha \) . We refer to [1]} for more details on this and summarize the discussion in the following question.
